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Flow pattern transition during gas liquid upflow through vertical concentric annuli part II: mechanistic models

机译:气液通过垂直同心环空上升过程中的流型转变第二部分:力学模型

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In this paper the transition boundaries between different flow regimes during cocurrent upflow of gas liquid two-phase mixture through concentric annuli has been predicted theoretically. On the basis of the experimental observations (Das et al., 1999), mechanistic models have been proposed to formulate mathematical equations of the regime boundaries as functions of the annulus dimensions, the physical properties, and velocities of the two phases. The analysis has yielded the bubbly-slug transition to occur at a limiting void fraction of 0.2, and the slug-churn transition to occur due to flooding of the liquid films by the Taylor bubbles. A comparison of the model predictions with experimental data corroborate the suitability of the proposed mechanisms.
机译:本文从理论上预测了气液两相混合物并流通过同心环空时,不同流态之间的过渡边界。在实验观察的基础上(Das等,1999),已经提出了一种力学模型来构造制度边界的数学方程,该数学方程是环空尺寸,两相的物理性质和速度的函数。该分析产生了在0.2的极限空隙率下发生的气泡-团状转变,并且由于泰勒气泡淹没了液膜而发生了团状-流失转变。模型预测与实验数据的比较证实了所提出机制的适用性。

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